Partial Differential Equations and Analysis Seminar

Contact

 Qirui Li
 61 2 6125 1020

The partial differential equations and analysis seminar is the research seminar associated with the applied and nonlinear analysis, and the analysis and geometry programs

Upcoming events

28
Mar
2017
Speaker: Dr Xuwen Zhu (Stanford University)
The moduli space of (pointed) Riemann surfaces can be naturally compactified by adding various degenerate surfaces.
04
Apr
2017
Speaker: Mr Sean Gomes
The celebrated quantum ergodicity theorem of Shnirelman, Zelditch, and Colin de Verdière established that ergodic dynamical assumptions on a Hamiltonian sys
18
Apr
2017
Speaker: Dr Pierre Portal (ANU)
The Ornstein-Uhlenbeck semigroup is a variant of the heat semigroup that plays a fundamental role in quite distinct areas of mathematics.

Past events

21
Mar
2017
Speaker: Melissa Tacy (ANU)
Measuring the $L^p$ mass of an eigenfunction allows us to determine its concentration properties.
28
Feb
2017
Speaker: Dr Haotian Wu (The University of Sydney)
Combing analytic tools including deformation techniques, gluing construction and Ricci flow, we prove that the space of smooth Riemannian metrics on the thr
15
Nov
2016
Speaker: Professor Colin Guillarmou (Ecole Normale Superieure)
TBA
11
Oct
2016
Speaker: Professor Shuangjie Peng (Huazhong Normal University)
In this talk, we consider the planar vortex patch problem in an incompressible steady flow in a bounded domain $\mathbb R^2$.
04
Oct
2016
Speaker: Professor Yinbin Deng (Huazhong Normal University)
In this talk, I will speak some results about positive solitary wave solutions to quaslinear Schrodinger equations.
04
Oct
2016
Speaker: Professor Hua Chen (Wuhan University)
In this talk, I would report recent results on the Gevrey (or analytic) regularities of solutions for some degenerate paritial differential equations, inclu
20
Sep
2016
Speaker: Dr Yong Wei (MSI, ANU)
We consider the convex surfaces expanding in space forms by powers $(0<p\leq 1)$ of a strictly monotone, homogeneous degree one function of its principal
23
Aug
2016
Speaker: Dr Xi Chen (Fudan University)
We will show the upper bound of the heat kernel, via the corresponding resolvent on AH spaces due to Mazzeo-Melrose, Melrose-Sa Barreto-Vasy.
16
Aug
2016
Speaker: Dr Jonathan Zhu (Department of Mathematics, Harvard University)
The Colding-Minicozzi entropy is an important tool for understanding the mean curvature flow (MCF).
14
Jun
2016
Speaker: Professor Jan van Neersen (TU Delft, The Netherlands)
A Poisson random measure is the mathematically rigorous description of point events that are randomly distributed in time and/or space.

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Updated:  28 March 2017/Responsible Officer:  Director/Page Contact:  School Manager